Nintendo is a worldwide innovator in the creation of interactive entertainment. This fascinating look at one of Japan's most successful global companies, Nintendo: Playing to Wiin traces the company's humble origins to its stunning success with the DS and Wii consoles.

Popular account ranges from counting to mathematical logic and covers the many mathematical concepts that relate to infinity: graphic representation of functions; pairings and other combinations; prime numbers; logarithms and circular functions; formulas, analytical geometry; infinite lines, complex numbers, expansion in the power series; metamathematics; more. 216 illustration...(展开全部)

A successful entrepreneur living in Southern California, Scott Rieckens had built a “dream life”: a happy marriage, a two-year-old daughter, a membership to a boat club, and a BMW in the driveway. But underneath the surface, Scott was creatively stifled, depressed, and overworked trying to help pay for his family’s beach-town lifestyle. Then one day, Scott listened to a podcast...(展开全部)

For the pioneering psychologist D.W. Winnicott, a creative approach to the world is what makes life worth living. But what are the origins of creativity and how can we develop it - whether within ourselves or in others? Not only does Playing and Reality address these questions, it also tackles many more that surround the fundamental issue of the individual self and its relati...(展开全部)

For the pioneering psychologist D.W. Winnicott, a creative approach to the world is what makes life worth living. But what are the origins of creativity and how can we develop it - whether within ourselves or in others? Not only does Playing and Reality address these questions, it also tackles many more that surround the fundamental issue of the individual self and its relati...(展开全部)

Popular account ranges from counting to mathematical logic and covers the many mathematical concepts that relate to infinity: graphic representation of functions; pairings and other combinations; prime numbers; logarithms and circular functions; formulas, analytical geometry; infinite lines, complex numbers, expansion in the power series; metamathematics; more. 216 illustration...(展开全部)

Classic Strategies for Unapologetic Winners “It” is a strategy so powerful and an execution-driven mind-set so relentless that companies use it to gain more than just competitive advantage ¿ they achieve an industry dominance that is virtually unassailable and that competitors often try to explain away as unfair. In their “hardball manifesto,” authors George Stalk and Rob La...(展开全部)

简介：【Stealing kisses from the god is my honor.】偷吻神明是我的荣幸@Tsuki_an 执笔2025/04/19一切私设勿上正主

简介：入坑须知：本文不是结束，后面还有好几季。但都不会是温如华的故事了，也许会串一下角色。